Long-term creep of Beishan granite under uniaxial compression

Chunping Wang , Xingguang Zhao , Jianfeng Liu , Haiyang Zhang , Liang Chen , Hongsu Ma , Ju Wang

Int J Min Sci Technol ›› 2026, Vol. 36 ›› Issue (1) : 79 -83.

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Int J Min Sci Technol ›› 2026, Vol. 36 ›› Issue (1) :79 -83. DOI: 10.1016/j.ijmst.2025.10.009
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Long-term creep of Beishan granite under uniaxial compression

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Abstract

Investigations into the long-term creep behavior of Beishan granite in uniaxial compression were conducted. Four levels of axial stress (60, 70, 87, and 95 MPa) were applied to rock specimens. Contrasting with earlier research, the long-term creep data in this work present a substantial advancement in the time dimension. Except for the sample subjected to 60 MPa axial loading, which did not fail after a loading duration of 1650 d, the specimens under the other three stresses all failed after sustained constant loading durations of 1204, 1023, and 839 d, respectively. A lower envelope of driving stress-ratio for crystalline rocks was obtained, tending towards approximately 0.45 over an infinite time scale. According to the experimental results, as axial stress increases, both the axial strain accumulated in the transient creep process and the strain rate associated with steady-state creep deformation increase exponentially; however, the share of steady-state creep strain remains nearly constant at about 82.53 %. A novel damage-based creep model was put forward. It provides an enhanced depiction of the comprehensive creep process in rocks, notably improving the accuracy in forecasting the accelerated creep phase, which significantly impacts the long-term stability of engineering structures.

Keywords

Long-term strength / Creep model / Damage / Creep behavior

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Chunping Wang, Xingguang Zhao, Jianfeng Liu, Haiyang Zhang, Liang Chen, Hongsu Ma, Ju Wang. Long-term creep of Beishan granite under uniaxial compression. Int J Min Sci Technol, 2026, 36(1): 79-83 DOI:10.1016/j.ijmst.2025.10.009

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CRediT authorship contribution statement

Chunping Wang: Writing - original draft, Investigation. Xing-guang Zhao: Writing - review & editing, Methodology. Jianfeng Liu: Writing - review & editing, Methodology, Data curation. Haiyang Zhang: Validation. Liang Chen: Resources, Project admin-istration, Methodology. Hongsu Ma: Data curation. Ju Wang: Supervision, Conceptualization.

Declaration of Competing Interest

The authors declare that they have no known competing finan-cial interests or personal relationsh ips that could have appeared to influence the work reported in this paper.

Acknowledgments

This work was financially supported by the China Atomic Energy Authority (CAEA) through the Geological Disposal Program, the National Natural Science Foundation of China (No. 42307258), and the China National Nuclear Corporation Fundamental Research Project (No. CNNC-JCYJ-202307).

References

[1]

Wang J, Chen L, Su R, Zhao XG. The Beishan underground research laboratory for geological disposal of high-level radioactive waste in China: Planning, site selection, site characterization and in situ tests. J Rock Mech Geotech Eng 2018; 10(3):411-35.

[2]

Chen Y, Zhao G, Xu W, Peng S, Xu J. Development and application of rock rheological constitutive model considering dynamic stress field and seepage field. Int J Min Sci Technol 2025; 35(3):467-82.

[3]

Schmidtke RH, Lajtai EZ. The long-term strength of lac du bonnet granite. Int J Rock Mech Min Sci Geomech Abstr 1985; 22(6):461-5.

[4]

Bieniawski ZT. Mechanism of brittle fracture of rock. Int J Rock Mech Min Sci Geomech Abstr 1967; 4(4):395-406.

[5]

Martin CD, Chandler NA. The progressive fracture of Lac du Bonnet granite. Int J Rock Mech Min Sci Geomech Abstr 1994; 31(6):643-59.

[6]

Kranz RL, Scholz CH. Critical dilatant volume of rocks at the onset of Tertiary creep. J Geophys Res 1977; 82(30):4893-8. 1896 1977.

[7]

Lajtai EZ, Schmidtke RH. Delayed failure in rock loaded in uniaxial compression. Rock Mech Rock Eng 1986; 19(1):11-25.

[8]

Damjanac B, Fairhurst C. Evidence for a long-term strength threshold in crystalline rock. Rock Mech Rock Eng 2010; 43(5):513-31.

[9]

Paraskevopoulou C, Perras M, Diederichs M, Loew S, Lam T, Jensen M. Time-dependent behaviour of brittle rocks based on static load laboratory tests. Geotech Geol Eng 2018; 36(1):337-76.

[10]

Innocente JC, Paraskevopoulou C, Diederichs MS. Estimating the long-term strength and time-to-failure of brittle rocks from laboratory testing. Int J Rock Mech Min Sci 2021;147:104900.

[11]

Brace WF, Paulding Jr BW, Scholz C. Dilatancy in the fracture of crystalline rocks. J Geophys Res 1966; 71(16):3939-53. 1896 1977.

[12]

Li T, Chen C, Peng F, Ma C, Li M, Wang Y. Creep damage constitutive model of rock based on the mechanisms of crack-initiated damage and extended damage. Undergr Space 2024;18:295-313.

[13]

Cui Q, Wu F, Wang L, Liu J, Chen J, Li C, et al. A rock elasto-visco-plastic creep model fully considering the effect of time-dependent damage. Comput Geotech 2025;187:107490.

[14]

Lockner D. Room temperature creep in saturated granite. J Geophys Res Solid Earth 1993; 98(B1):475-87.

[15]

Wang J, Zhang Q, Liu X, Song Z, Feng S. Creep properties and constitutive model for salt rock subjected to uniaxial trapezoidal cyclic loading. J Energy Storage 2022;52:105023.

[16]

Li X, Yang C, Ren T, Nie B, Zhao C, Liu S, et al. Creep behaviour and constitutive model of coal filled with gas. Int J Min Sci Technol 2017; 27(5):847-51.

[17]

Deng H, Zhou H, Li L, Jia W, Wang J. A rock creep model based on Atangana-Baleanu fractional derivative with coupled damage effects of pore water pressure, stress and time. Results Phys 2023;52:106888.

[18]

Zhou HW, Wang CP, Mishnaevsky L, Duan ZQ, Ding JY. A fractional derivative approach to full creep regions in salt rock. Mech Time-Depend Mat 2013; 17 (3):413-25.

[19]

Zienkiewicz OC, Cormeau IC. Visco-plasticity-plasticity and creep in elastic solids-a unified numerical solution approach. Int J Numer Meth Eng 1974; 8 (4):821-45.

[20]

Brantut N, Baud P, Heap MJ, Meredith PG. Micromechanics of brittle creep in rocks. J Geophys Res 2012; 117(B8). 2012JB009299.

[21]

Miura K, Okui Y, Horii H. Micromechanics-based prediction of creep failure of hard rock for long-term safety of high-level radioactive waste disposal system. Mech Mater 2003; 35(3-6):587-601.

[22]

Shao JF, Chau KT, Feng XT. Modeling of anisotropic damage and creep deformation in brittle rocks. Int J Rock Mech Min Sci 2006; 43(4):582-92.

[23]

Bikong C, Hoxha D, Shao JF. A micro-macro model for time-dependent behavior of clayey rocks due to anisotropic propagation of microcracks. Int J Plasticity 2015;69:73-88.

[24]

Chen L, Wang CP, Liu JF, Liu YM, Liu J, Su R, et al. A damage-mechanism-based creep model considering temperature effect in granite. Mech Res Commun 2014;56:76-82.

[25]

Kachanov ML. Microcrack model of rock inelasticity part III: Time-dependent growth of microcracks. Mech Mat 1982; 1(2):123-9.

[26]

Brantut N, Heap MJ, Meredith PG, Baud P. Time-dependent cracking and brittle creep in crustal rocks: a review. J Struct Geol 2013;52:17-43.

[27]

Lau JSO, Chandler NA. Innovative laboratory testing. Int J Rock Mech Min Sci 2004; 41(8):1427-45.

[28]

Lin QX, Liu YM, Tham LG, Tang CA, Lee PKK, Wang J. Time-dependent strength degradation of granite. Int J Rock Mech Min Sci 2009; 46(7):1103-14.

[29]

Wawersik WR. Time-dependent rock behavior in uniaxial compression. The 14th U.S. Symposium on Rock Mechanics (USRMS). University Park, Pennsylvania; 1972:85-106.

[30]

Chen L, Liu JF, Wang CP, Liu J, Wang J. Experimental investigation on the creep behaviour of Beishan granite under different temperature and stress conditions. Eur J Environ Civ Eng 2015; 19(1):43-53.

[31]

Heap MJ, Baud P, Meredith PG, Bell AF, Main IG. Time-dependent brittle creep in Darley Dale sandstone. J Geophys Res Solid Earth 2009; 114(B7). 2008JB006212.

[32]

Sun C, Li G, Gomah ME, Xu J, Sun Y. Creep characteristics of coal and rock investigated by nanoindentation. Int J Min Sci Technol 2020; 30(6):769-76.

[33]

Chen L, Zhao XG, Liu J, Ma HS, Wang CP, Zhang HY, et al. Progress on rock mechanics research of Beishan granite for geological disposal of high-level radioactive waste in China. Rock Mech Bull 2023; 2(3):100046.

[34]

Isrm. Suggested methods for determining water content, porosity, density, absorption and related properties and swelling and slake-durability index properties. Int J Rock Mech Min Sci Geomech Abstr 1979; 16(2):143-51.

[35]

Zhao XG, Cai M, Wang J, Li PF, Ma LK. Objective determination of crack initiation stress of brittle rocks under compression using AE measurement. Rock Mech Rock Eng 2015; 48(6):2473-84.

[36]

Widd BL. The time-dependent behaviour of rock:Considerations with regard to a research program. CSIR report MEG 514. Pretoria, South Africa: Rock Mec hanics Division, National Mechanical Engineering Research Institute; 1966.

[37]

Lau JSO, Gorski B, Conlon B, Anderson T. Long-term loading tests on saturated granite and granodiorite. Report 06819-REP-01300-10016-R00. Ontario Power Generation Nuclear Waste Management Division 2000.

[38]

Lin QX.Strength degradation and damage micromechanism of granite under long-term loading. Hong Kong: The University of Hong Kong; 2006. PhD.

[39]

Wang CP, Liu JF, Chen L, Liu J, Wang L, Liao YL. Creep constitutive model considering nonlinear creep degradation of fractured rock. Int J Min Sci Technol 2024; 34(1):105-16.

[40]

Wang CP, Liu JF, Cai YG, Chen L, Wu ZJ, Liu J. Effects of damage and fractional derivative operator on creep model of fractured rock. Rock Mech Rock Eng 2024; 57(11):9323-41.

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